MTH646 Partial Differential Equations Notes, MCQs & Assignments | Query Point Official

MTH646 ||| Partial Differential Equations

MTH646 – Partial Differential Equations introduces techniques for solving equations involving partial derivatives, widely used in engineering, physics, and applied mathematics.

Course Introduction

This course covers first and second-order partial differential equations, methods of solution, boundary and initial value problems, and applications in science and engineering.

Course Learning Objectives

• Understand partial differential equations and their classification
• Apply method of separation of variables
• Solve boundary and initial value problems
• Use Fourier series and transforms in PDE solutions
• Model real-world phenomena using PDEs

Major Topics / Syllabus

• Introduction and Classification of PDEs
• First Order Partial Differential Equations
• Second Order PDEs: Wave, Heat, and Laplace Equations
• Separation of Variables
• Fourier Series and Transforms
• Boundary and Initial Value Problems
• Applications in Engineering and Physics

Practice Areas

• MCQs on PDE theory and methods
• Short exercises on separation of variables
• Long problem-solving tasks for boundary value problems
• Application-based analytical questions

Exam Preparation Tips

• Memorize types and classification of PDEs
• Practice separation of variables and Fourier methods
• Solve past exam problems
• Understand applications in physics and engineering

MTH646 PDEs MCQs

MTH646 MCQs (click here)

MTH646 PDEs Questions

MTH646 Short & Long Questions (click here)

Assignment Questions

For Assignment Questions (click here)

← Back to Mathematics Subject Page

QueryPoint Official – Smart Notes for Exams & Conceptual Learning